Author:
Brand Neal,Huffman W. Cary
Publisher
Springer Science and Business Media LLC
Reference16 articles.
1. Baase, Computer Algorithms, Addison Wesley, 1978.
2. Bays, S., ‘Sur les systèmes cycliques de triples de Steiner différents pour N premier (ou puissance de nombre premier) de la forme 6n+1’, I, Comment. Math. Helv. 2 (1930), 294–305; II–III, 3 (1931), 22–41; IV–V, 3 (1931), 122–147; VI, 3 (1931), 307–325.
3. Brand, N., ‘Isomorphic Cyclic Designs that are not Equivalent’, Discrete Math. 57 (1985), 159–165.
4. Brand, N. and Huffman, W. C., ‘Constructions and Topological Invariants of 2-(v, 3, λ) Designs with Group Actions’ (to appear in European Journal of Combinatorics).
5. Brand, N. and Huffman, W. C., ‘Topological Invariants of 2-Designs arising from Difference Families’, J. Comb. Theory A, 36 (1984), 253–278.
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